Printer ink cartridges cost $19 each. The company that sells the ink cartridges charges a flat rate of $7.50, no matter how many ink cartridges you buy Write an algebraic expression that describes a total cost for a single order of x cartridges

Answer 1

To find the total cost for purchasing \( x \) cartridges, you need to account for both the cost of the cartridges and the flat shipping fee.

1. The cost of the cartridges: Since each cartridge costs $19, the total cost for \( x \) cartridges would be: \[ 19x \]

2. The flat shipping fee: This cost is $7.50, which is a constant amount added regardless of the number of cartridges purchased.

Now, combine the cost of the cartridges with the flat shipping fee to form the total cost expression:

\[ \text{Total Cost} = 19x + 7.50 \]

So, the algebraic expression that describes the total cost for a single order of \( x \) cartridges is:

\[ 19x + 7.50 \]